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DIPTI PUBLICATION ( AP EAMET)-PERMUTATIONS & COMBINATIONS-EXERCISE 1B (COMBINATIONS )
- IF S= overset ( m) sum "" ^(n+r ) C(k), then
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- ""^(14) C(4) + overset(4) sum ( 18 - j ) C (3) =
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- ""^(47 ) C(4 )+ underset( j =1) overset( 5 ) sum ""^((52- j)) C(3)...
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- the value of ""^50C(4) + underset( r=1) overset( 6 ) sum ""^(56...
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- sum( r=0 )^ ( 10) ( 40 -r)C (5)=
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- The least value of n so that ""^(n) C(5) + ""^(n ) C(6) gt (...
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- The least positive intergral value of n which satisfies the ...
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- IF ""^(n) C(3) : ""^((2n-1) ) C(2) = 8 : 15 then n=
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- IF ""^(n) C(3) : ""^((2n-1) ) C(2) = 8 : 15 then n=
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- IF C (2n, 3) : C (n,2) = 12 : 1, then n=
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- If ""^(2n ) C(3) : ""^(n) C(2) = 44 : 3 then n=
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- If ""^(n ) C (3) : ""^(n) C(2) = 10 : 3 , then n=
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- IF ""^(n) C(r-1) :""^(n)C(r)= 2 : 3 then ( n , r) =
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- IF ""^(n) C(r-1) : ""^(n )C(r) : = 2: 4 : then (n,r)=
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- IF ""^((n+1))C((r+1)): ""^(n)C(r) : ""^((n-1))C((r-1))=11:6:3 then (...
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- IF ""^(n) C((r-1))=36 ,""^(n)C(r)=84 , ""^(n)C(r+1)=126 , then r=
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- ""^(n) C(r-1) = 330 ,""^(n)C(r)=462 , ""^(n)C(r+1) = 462 implies r=
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- "Prove that "(""^(4n)C(2n))/(""^(2n)C(n))=(1.3,5......(4n-1))/({1.3.5....
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- (2^(n) [1.3.5. . .(2n-1) ])/(n!)=
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- If S(n) = underset (r=0) overset( n) sum (1) /(""^(n) C(r)) and T...
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